8 citations · 23 across the 12 of their papers we have counts for
5 papers · 1 filter
Maximum Principle and Asymptotic Properties of Hermite--Padé Polynomials
Sergey P. Suetin
In the paper, we discuss how it would be possible to succeed in Stahl's novel approach, 1987--1988, to explore Hermite--Padé polynomials based on Riemann surface properties. In par…
A direct proof of Stahl's theorem for a generic class of algebraic functions
Sergey P. Suetin
Under the assumption of the existence of Stahl's -compact set we give a short proof of the limit zeros distribution of Padé polynomials and convergence in capacity of diagonal P…
Two examples based on the properties of discrete measures
Sergey P. Suetin
In the paper we represent two examples which are based on the properties of discrete measures. In the first part of the paper we prove that for each probability measure , $\oper…
Tschebyshev-Padé approximations for multivalued functions
Evguenii A. Rakhmanov, Sergey P. Suetin
We discuss the relation between the linear Tschebyshev-Padé approximations to analytic function and the diagonal type I Hermite-Padé polynomials for the tuple of functions $[1,…
Structure of the Nuttall partition for some class of four-sheeted Riemann surfaces
N. R. Ikonomov, S. P. Suetin
The structure of a Nuttall partition into sheets of some class of four-sheeted Riemann surfaces is studied. The corresponding class of multivalued analytic functions is a special c…